One number is two more than four times another. If their sum is decreased by two, the result is twenty-five. Find the

numbers

Question

Tristian

Mathematics

22 April, 16:55

One number is two more than four times another. If their sum is decreased by two, the result is twenty-five. Find the

numbers

+1

Answers (1)

Know the Answer?

Sophia Estes · Answer 1

Step-by-step explanation & answer:

Let

x = "one number", then

4x+2 = "the other number"

If the sum is decreased by two, that gives

sum decreased by two = (x+4x+2) - 2 = 5x

The sum decreased by two = 25 (given)

therefore

5x = 25

x = 5

So

"one number" = 5

"another number" = 4x+2 = 4*5+2 = 22

One number is two more than four times another. If their sum is decreased by two, the result is twenty-five. Find thenumbers

One number is two more than four times another. If their sum is decreased by two, the result is twenty-five. Find the

numbers